Peer-Reviewed Journal Details
Mandatory Fields
Nick Tosh
2016
Unknown
British Journal For The Philosophy Of Science
Finite frequentism in a big world
Published
Optional Fields
Chance Probability Frequentism Indeterminism Indifference principles
67
1
169
213
The view that chances are relative frequencies of occurrence within actual, finite reference classes has long been written off. I argue that it ought to be reconsidered. Focusing on non-deterministic chance, I defend a version of finite frequentism in which reference classmates are required to have qualitatively identical pasts. While my analysis can evade or resist several standard objections, it has a counterintuitive consequence: non-trivial chances entail the existence of past light cones that are perfect intrinsic duplicates. In mitigation, I argue that our scientific knowledge is consistent with the hypothesis that there are many such duplicates in the actual world. Moreover, my analysis has some striking advantages: it is simple, it is metaphysically undemanding, and it makes possible a satisfying explanation of the chance–credence connection.
http://bjps.oxfordjournals.org/content/67/1/169
10.1093/bjps/axu027
Grant Details
Millennium Fund Minor Project 'Analysing Chance'
Publication Themes